Acuransx15

This past week I decided to take on the daunting task of adding trees for some much needed height to my layout. For months I had avoided this task because one of the great challenges of model railroading is to fabricate a convincingly realistic tree. Sure there are many examples online which offer their own expertise, and I would like to thank them for their input. I've combined all their know-how into these simple steps. After experimenting with various scenery materials I found a winning technique (which I'm lucky to say came on the first try). Here is an image of the final product.

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There are essentially two different home-made variations: a light green and a dark green. To blend those two colors together I add Woodland Scenics medium-green fine leaf foliage within the tree line.

The scenic materials needed to create the trees are as followed and showed in the picture below:

Woodland Scenics: fine turf yellow grass, blended turf green blend, underbrush forest blend, bushes light green, green poly fiber, & Hob-E-Tac adhesive

Noch: olive green leaf flake

Scenic Express: super trees (spray painted flat gray and stained with alcohol and India ink)

aterials.bmp 

For the dark green tree, I first prep a super tree armature so that it is stripped of leaves, straightened, painted and stained. I then take small clumps of poly fiber and attach it to the armature in small pieces. Do not overlap the poly fiber as this will create an effect that will essentially give you "domes" for trees. I have found that you do not need to glue the poly fiber because the super tree and fiber together basically act like Velcro. The poly fiber serves as a lighter base to the darker foliage and offers a fuller appearance.

Next, I dab the tree with Hob-E-Tac and let it become clear and tacky. Afterwards I cover the armature with the underbrush forest blend. Once that sets up nicely I spray the body of the tree with a max-hold, unscented hair spray. 

With the hair spray creating a sticky surface I sprinkle on the olive green Noch leaves for texture. I then sprinkle the green blended turf and a conservative amount of yellow grass. 

For some visual interest I finally add some uncovered super tree branches to simulate dead parts of the tree. The now finished dark green tree is pictured below.

shot%202.bmp 

And the light green tree sets up same way initially, except I do not add the poly fiber. With the lighter foliage I like to see the shadows on the inside of the tree. I apply the Hob-E-Tac directly to the branches and once it becomes tacky I cover the super tree with Woodland Scenics light green bushes. 

Once again I spray the tree with the high-strength hair spray, but this time I only sprinkle the Noch olive green leaves and a light dusting of yellow grass. 

The first image if this post shows how this color tree can complement the larger, fuller darker ones. And to complete the blending of the trees as I mentioned I use the medium green fine leaf foliage. 

With these techniques you can create trees that not only hold up to the eyes of the viewers but also hold up to close-up camera shots. So I hope you enjoyed this tutorial and I hope I was able to bring some inspirational realism to your modeling endeavors. Thanks for reading. Feel free to comment.

Nick

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
rickwade

Nick, very, very nice!

Your trees and the scene look great!  Thanks for sharing the pictures and technique.

Rick

img_4768.jpg 

The Richlawn Railroad Website - Featuring the L&N in HO  / MRH Blog  / MRM #123

Mt. 22: 37- 40

Reply 0
jarhead

AWESOME

Now, that looks superb !!  Very nice. I love it.

Nick Biangel 

USMC

Reply 0
Alexedwin

WOW!

WOW!

Alex

One day I might be modeling the Puffing Billy Railway, Victoria, Australia.

My location - Queensland, Australia.

Reply 0
fernpoint

Great composition

Apart from the trees (which are great by the way), can I complement you on the composition of the scene - hugely atmospheric.

 

Rob Clark
Cornhill & Atherton RR

Reply 0
Paul.Chana

Excellent work!

 

Really nice trees!

Reply 0
musgrovejb

Looks Good

Nice trees!

 

Joe

Modeling Missouri Pacific Railroad's Central Division, Fort Smith, Arkansas

https://youtube.com/playlist?list=PLENIMVXBDQCrKbhMvsed6kBC8p40GwtxQ

 

Reply 0
Virginian and Lake Erie

I agree with everyone else

I agree with everyone else beautiful work. The scenes look real. That is as good as it gets.

Reply 0
Acuransx15

Thank you all

I would like to thank everyone for commenting and reading this post. Your positive feedback is very encouraging and I appreciate it greatly.

I'll be posting some more scenery entries soon so keep an eye out for them. Thanks again,

Nick

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
rickwade

Nick - I can help

Your scene looks great, and as you do more and more they will get even better......so..............

If you want to make some scene dioramas for my layout and send them to me that would be great!

Rick

img_4768.jpg 

The Richlawn Railroad Website - Featuring the L&N in HO  / MRH Blog  / MRM #123

Mt. 22: 37- 40

Reply 0
Keith Ranker

I Like It But Have A Question

Great looking trees, but what is a super tree armature, and where do you get them?

Thanks,

    Keith

Reply 0
Ironhand_13

Keith

Super trees can be found at Scenic Express, or Walther's or a few other places.  They're just about the best thing you can get, coupled with a good leaf material.  Start by going to Scenic Express's website and have a look around.

As for Nick's technique's they look outstanding!  I have to say I have Noch's 'olive' and really thought it didn't 'fit' and have instead relied on the light, medium and rarely the dark leaf material.  Since your technique is a little different from my own I'll have to give it a try.

A little curious about how exactly you use the yellow grass.  Can you show a few more pics or maybe a video???

-Steve in Iowa City
Reply 0
Acuransx15

Steve

%20grass.bmp 

Hi Steve,

Thank you for answering Keith's question on the super tree armatures. As for your question, I've uploaded the above picture to demonstrate that the yellow grass is more or less used as a highlight for the tops of the trees. I keep a bowl of it handy and judging on how sparingly I use it, the amount should last me a lifetime. I take a pinch of it and just sprinkle it directly over the tree canopy as a dusting of color. Hopefully that gives you a better idea of that step. If you have any other questions just let me know.

Thanks,

Nick

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
Ironhand_13

Okay, I understand now.

When you said 'grass' I was thinking 'static grass'.  Some folks do use the static kind on the branches, then hit it with leaf material.  When done it can look like the actual stems of the leaves.  The way you do it with 'grass' is how I do it but with Noch 'light' or 'spring' leaves.  What I'm running into with that however is my trees are all turning into the same uniform color/type.  I've hit the tops of a few with some yellow spray paint to vary things, but with that technique I can find only a limited number of yellows/greens to choose from (usually only 1 or 2).  This results in basically the same uniformity.  The spray method I use does add a nice 'fade' to the highlights however, as you mist it on.  BTW, if you don't know what I mean Joe Fugate here does this in one of his videos- it's worth a look!!

Also- doesn't polyfiber totally rock?  I use it not only on my branches, but also in small amounts stretched really thin under the trees in my forests to represent that twiggy barely-leafed thorny stuff you encounter away from a road or trail, at least here in the Midwest of the USA.

-Steve in Iowa City
Reply 0
Acuransx15

Got it

Yeah sorry for the confusion on that. Woodland Scenics kind of runs into a misnomer by naming that fine turf yellow "grass." With the advances in static fiber scenery over the past decade ground foam should not be marketed as grass anymore.

But anyway, with the problem of uniform colors, I understand how that can easily become an issue. For the trees that I have pictured, the main coloring agent is the ground foam (whether that be the underbrush forest blend or the light green bushes). The light and dark green juxtaposition amid the tree line prevents the green monotony from forming. The Noch leaves serve more as a textural support in unification-- not so much a coloring agent. If I went too heavy on the leaves that would have created too much color tone uniformity. So if you think of the leaves as texture instead of color when applying them, you will be less likely to run into that problem.

Also I did watch Joe Fugate's video in preparation for building the trees. It was very handy in seeing the vision of what I wanted.

I happen to like the combination of the Noch leaves with the foam foliage because it gives the best of both worlds; you get a fullness in body from the the foam and the delicate texture from the leaves. And as you mentioned Steve, the thin sub-layer of poly fiber gives that hint of an intricate branch structure without taking away from the super-trees themselves. 

Nick

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
sunacres

I'm convinced!

They look fantastic, and that scene you introduced them with is major eye candy. Great job!

Jeff Allen

Jeff Allen

My MRH Blog Index

Reply 0
aravella01

Super Trees

If not already answered you can go online and find Scenic Express sold by many dealers or straight from them (see link below). They produce grass mats that will blow your mind, but the tress are exceptional and not as expensive as the results would have you believe.  I have seen finished trees sold for a fair but higher price because they look so good.

http://www.scenicexpress.com/

Al (Virginia, USA)

Reply 0
Station Agent

Beautiful results

I've been fascinated by this thread for a week now.  I can't wait to get a break from work so I can try out this technique.

Barry Silverthorn

Reply 0
Acuransx15

Thank you Barry

Wow thank you Barry. It's an honor to hear from one of the masters behind Trainmasters TV. It feels like hitting the big time. I'm glad to hear you as well as others are considering to try the technique. I'd love to see the results as they come along.

Also as I've mentioned before, I'll be posting more scenery journals equally suited for practicality and effective realism. So hopefully that will enable me to enter the modeling community as a credible figure for scenery advice. I'll also be posting more pictures to this journal to offer some more close-ups of texture and other details.

Thanks  for commenting,

Nick 

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
mesimpson

yellow paint

I think Joe Fugate used a light overspray of yellow paint in one of his tree building videos to accomplish the same thing as the yellow foliage you are using.  A similar result using a different method.  I would think perhaps mixing the two methods might give some nice variation to your tree canopies. 

Marc Simpson

Reply 0
jay_cunnington

Excellent composition

One thing I've noticed driving to work through the countryside is that different tree species will have a "typical" color. It's not noticeable when they're in same-species groups, but when they're mixed it's more obvious. Maples tend to be darker than a lot of others, while weeping willows have a distinctly grayish cast to their leaves. The shape of the tree trunks and branching patterns will also differ by species, of course. Pines and spruces will also vary - think white pine versus a blue spruce.

Just helpful hints for all; not a critique in any way.

 

Reply 0
conrail079

Still need more....

These are just "To Nice"...Please show some intermediate photos showing your steps. I'm not getting how the polyfiber is being used either.

Thank You,

 

Don Carman

Modeling Conrail in 1991, Pittsburgh Area, Digitrax / CMRI

mwheels2.gif     http://www.carmancraft.com/

Reply 0
Acuransx15

Hey Don

Hey Don, 

I'm going to be making a second blog shortly on a separate thread to add more pictures showing the steps of the building process. There will also be another step-by-step on a scenery technique so stay tuned; it will be up promptly.

Thanks,

Nick

Modeling the Long Island Rail Road & New York and Atlantic Railway

nya(1).jpg 

Reply 0
Station Agent

Ready to get started

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" style="height: 225px; width: 300px;" />

Barry Silverthorn

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Station Agent

Planted six feet of trees today

Nick,

I've been building on your technique with my own trees.  I'm using Woodland Scenics and Model Builders Supply armatures, as well as Super Trees and natural sedum armatures up to 9" high.  I'm still refining my technique, but making good progress.

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Barry Silverthorn

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